Profile of Julian I. Schroeder

Mark Schroeder

1.

On a Conjecture of Schroeder and Strake

In [Schroeder and Strake 1989, Theorem 1], Schroeder and Strake proved the following rigidity theorem. Let (M, g) be a compact Riemannian manifold with convex boundary and nonnegative Ricci curvature. Assume that the sectional curvature is identically zero in some neighborhood U of ∂M and that one of the following conditions holds: • ∂M is simply connected • dim ∂M is even and ∂M is strictly co...

Julian Steward

POWERS Julian

The Unitary Executive offers a powerful case for the historical pedigree of the unitary executive theory. Offering an account of presidential practice stemming from George Washington to George W. Bush, the book seeks to ground unitary executive theory with exhaustive historical evidence. Although the authors do not purport to present a history of the presidency, they do provide important and co...

Statement Julian

My mathematical research interests are in number theory and algebraic geometry. My thesis work concerns the arithmetic of a family of rational numbers known as multiple harmonic sums, which are truncated approximations of multiple zeta values. I explore new structures underlying relations involving multiple harmonic sums, p-adic L-values, Bernoulli numbers, and binomial coefficients. This is us...